In parallogram PQRS ,if `/_P =( x-5)` and `/_Q` = `2x+15` find the value of `x.`

If p(x) = x^3+3 and q(x)= x-3 then find the value of p(x).q(x)

If p(x) = x+5 then find the value of p(x) + P(-x)

In a parallelogram PQRS, the bisectors of /_P and /_Q meet on RS.If the perimeter PQRS is 13.5 cm, then find the measure of QR

In quadrilateral PQRS, /_P = 5x, /_Q = 3x, /_R = 4x and /_S = 6x . Then, the measure of the greatest angle of quadrilateral PQRS is ………….

let f(x)=5 , -oo 1) f(g(x))=5 then find the value of 2p+q

If P = (x^(2) -36)/(x^(2) -49) and Q= (x+6)/(x+7) find the value of (P)/(Q)

Tangent lines are drawn at the points P and Q where f''(x) vanishes for the function f(x)=cos x on [0,2pi] The tangent lines at P and Q intersect each other at R so as to form a triangle PQR. If area triangle PQR is kpi^(2) then find the value of 36k.

Tangent lines are drawn at the points P and Q where f''(x) vanishes for the function f(x)=cos x on [0,2pi] The tangent lines at P and Q intersect each other at R so as to form a triangle PQR. If area triangle PQR is kpi^(2) then find the value of 36k.

Tangent lines are drawn at the points P and Q where f''(x) vanishes for the function f(x)=cos x on [0,2pi] The tangent lines at P and Q intersect each other at R so as to form a triangle PQR. If area triangle PQR is kpi^(2) then find the value of 36k.

If P: Q =8.15 and Q:R =3:2 , then find P:Q:R